14,810 research outputs found

    An overview of charging environments

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    A brief synopsis of the natural environments that play a role in spacecraft charging is presented. Environments that cause both surface and internal charging are discussed along with the mechanisms involved. The geosynchronous and low altitude regions of the Earth's magnetosphere/ionosphere are considered and simple descriptions of each environment presented. As material properties are critical to the charging process, definition of material properties important to charging, which can be affected by the environment, are also described. Several space experiments are proposed that would help fill the gaps in the knowledge of the performance of materials in a charging environment

    Macroscopic Observables Detecting Genuine Multipartite Entanglement and Partial Inseparability in Many-Body Systems

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    We show a general approach for detecting genuine multipartite entanglement (GME) and partial inseparability in many-body-systems by means of macroscopic observables (such as the energy) only. We show that the obtained criteria, the "GME gap" and "the k-entanglement gap", detect large areas of genuine multipartite entanglement and partial entanglement in typical many body states, which are not detected by other criteria. As genuine multipartite entanglement is a necessary property for several quantum information theoretic applications such as e.g. secret sharing or certain kinds of quantum computation, our methods can be used to select or design appropriate condensed matter systems.Comment: 4 pages, 3 figures, published version, title extende

    On the accuracy of the Perturbative Approach for Strong Lensing: Local Distortion for Pseudo-Elliptical Models

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    The Perturbative Approach (PA) introduced by \citet{alard07} provides analytic solutions for gravitational arcs by solving the lens equation linearized around the Einstein ring solution. This is a powerful method for lens inversion and simulations in that it can be used, in principle, for generic lens models. In this paper we aim to quantify the domain of validity of this method for three quantities derived from the linearized mapping: caustics, critical curves, and the deformation cross section (i.e. the arc cross section in the infinitesimal circular source approximation). We consider lens models with elliptical potentials, in particular the Singular Isothermal Elliptic Potential and Pseudo-Elliptical Navarro--Frenk--White models. We show that the PA is exact for this first model. For the second, we obtain constraints on the model parameter space (given by the potential ellipticity parameter ε\varepsilon and characteristic convergence κs\kappa_s) such that the PA is accurate for the aforementioned quantities. In this process we obtain analytic expressions for several lensing functions, which are valid for the PA in general. The determination of this domain of validity could have significant implications for the use of the PA, but it still needs to be probed with extended sources.Comment: Accepted for publication in MNRA

    China’s Oil Security Pipe Dream—The Reality, and Strategic Consequences, of Seaborne Imports

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    It is widely believed in China that overland pipelines would greatly enhance the security of its oil supply. Market and geopolitical analysis, however, shows that they would not. Chinese decision makers must face the fact that, barring discovery of an economically viable large-scale substitute for crude oil, their nation’s dependence on seaborne oil imports will only increase

    Putin’s Ukraine Invasion: Turbocharging Sino-Russian Collaboration in Energy, Maritime Security, and Beyond?

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    Putin’s war of choice in Ukraine will continue to send shock waves across the shores of maritime Asia for years, with unfolding impacts on ecosystems inhabited by oil barrels, gas pipelines, submarine technologies, jet engines, and basing access, within a context of a China-Russia relationship characterized over the centuries by cycles of fear, temporary bonds, and renewed division

    No Oil for the Lamps of China?

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    Chinese naval and strategic planners fear, and their Western counterparts seem to believe, that a maritime blockade could interrupt or significantly impede China’s energy supplies in a limited war. But probably it could not, and thinking it could is dangerous for everyone

    Theoretical determination of lifetimes of metastable states in Sc III and Y III

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    Lifetimes of the first two metastable states in Sc^{2+} and Y^{2+} are determined using the relativistic coupled-cluster theory. There is a considerable interest in studying the electron correlation effects in these ions as though their electronic configurations are similar to the neutral alkali atoms, their structures are very different from the latter. We have made a comparative study of the correlation trends between the above doubly ionized systems with their corresponding neutral and singly ionized iso-electronic systems. The lifetimes of the excited states of these ions are very important in the field of astrophysics, especially for the study of post-main sequence evolution of the cool giant stars.Comment: 13 pages, 1 figure and 5 table

    Interdependent networks with correlated degrees of mutually dependent nodes

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    We study a problem of failure of two interdependent networks in the case of correlated degrees of mutually dependent nodes. We assume that both networks (A and B) have the same number of nodes NN connected by the bidirectional dependency links establishing a one-to-one correspondence between the nodes of the two networks in a such a way that the mutually dependent nodes have the same number of connectivity links, i.e. their degrees coincide. This implies that both networks have the same degree distribution P(k)P(k). We call such networks correspondently coupled networks (CCN). We assume that the nodes in each network are randomly connected. We define the mutually connected clusters and the mutual giant component as in earlier works on randomly coupled interdependent networks and assume that only the nodes which belong to the mutual giant component remain functional. We assume that initially a 1−p1-p fraction of nodes are randomly removed due to an attack or failure and find analytically, for an arbitrary P(k)P(k), the fraction of nodes μ(p)\mu(p) which belong to the mutual giant component. We find that the system undergoes a percolation transition at certain fraction p=pcp=p_c which is always smaller than the pcp_c for randomly coupled networks with the same P(k)P(k). We also find that the system undergoes a first order transition at pc>0p_c>0 if P(k)P(k) has a finite second moment. For the case of scale free networks with 2<λ≤32<\lambda \leq 3, the transition becomes a second order transition. Moreover, if λ<3\lambda<3 we find pc=0p_c=0 as in percolation of a single network. For λ=3\lambda=3 we find an exact analytical expression for pc>0p_c>0. Finally, we find that the robustness of CCN increases with the broadness of their degree distribution.Comment: 18 pages, 3 figure
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